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HIGH ORDER ONE-STEP A-STABLE EXPONENTIALLY FITTED METHODS
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作者 YangFengiian ChenXinming LuoYiping 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 1999年第3期359-365,共7页
In this paper,the necessary and sufficient conditions for generalone-step m ethods to be exponentially fitted atq0∈C aregiven.A classofm ultiderivative hybrid one-step m ethods of order at leasts+ 1 is constructed ... In this paper,the necessary and sufficient conditions for generalone-step m ethods to be exponentially fitted atq0∈C aregiven.A classofm ultiderivative hybrid one-step m ethods of order at leasts+ 1 is constructed w ith s+ 1 param eters,w here sis the order of derivative.The necessary and sufficient conditions for these m ethods to be A-stable and exponentially fitted is proved.Furtherm ore,a class ofA-stable 2 param eters hybrid one-step m ethods oforderatleast 8 are constructed,w hich use 4th order derivative.These m ethods are exponentially fitted atq0 if and only if its fitted function f(q) satisfies f(q0)= 0.Finally,an A-stable exponentially fitted m ethod oforder 8 is obtained. 展开更多
关键词 Multiderivative hybrid m ethod exponentially fitted m ethod A-stability.
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